V. Python a. Write a recursive Python function to determine the nth term of the Arithmetic sequence: -2, 4, 10, ... b. Write a NON-RECURSIVE function that calculates and returns a 1 if the parameter's value is even and 0 if it is odd. Call this function with all positive integers less than a value input from the user. How many even numbers are there? c. Provide a complete trace of the following : def fcn(n) : if n == 1 : print (“base") else print (“before recursion") fen(n – 1) print (“after recursion") fen(3) d. Provide a complete trace of the following: def fcn2(n) : if n == 0: return 5 else : return 2 + fcn2(n-1) print (“Value: “, fen2(2))

Computer Networking: A Top-Down Approach (7th Edition)
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V. Python
a. Write a recursive Python function to determine
the nth term of the Arithmetic sequence: -2, 4,
10, ...
b. Write a NON-RECURSIVE function that
calculates and returns a 1 if the parameter’s
value is even and 0 if it is odd. Call this
function with all positive integers less than a
value input from the user. How many even
numbers are there?
c. Provide a complete trace of the following :
def fcn(n) :
1 :
if n ==
print (“base")
else
print (“before recursion")
fcn(n – 1)
print (“after recursion")
fcn(3)
d. Provide a complete trace of the following:
def fcn2(n) :
if n == 0:
return 5
else :
return 2 + fcn2(n-1)
print (“Value: “, fcn2(2))
Transcribed Image Text:V. Python a. Write a recursive Python function to determine the nth term of the Arithmetic sequence: -2, 4, 10, ... b. Write a NON-RECURSIVE function that calculates and returns a 1 if the parameter’s value is even and 0 if it is odd. Call this function with all positive integers less than a value input from the user. How many even numbers are there? c. Provide a complete trace of the following : def fcn(n) : 1 : if n == print (“base") else print (“before recursion") fcn(n – 1) print (“after recursion") fcn(3) d. Provide a complete trace of the following: def fcn2(n) : if n == 0: return 5 else : return 2 + fcn2(n-1) print (“Value: “, fcn2(2))
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